孙永明, 黄 侨. 基于组合单元的体外预应力混凝土梁全过程分析[J]. 工程力学, 2009, 26(9): 156-161.
引用本文: 孙永明, 黄 侨. 基于组合单元的体外预应力混凝土梁全过程分析[J]. 工程力学, 2009, 26(9): 156-161.
SUN Yong-ming, HUANG Qiao. ENTIRE RANGE ANALYSIS OF EXTERNALLY PRESTRESSED CONCRETE BEAMS BASED ON COMPOSITE ELEMENTS[J]. Engineering Mechanics, 2009, 26(9): 156-161.
Citation: SUN Yong-ming, HUANG Qiao. ENTIRE RANGE ANALYSIS OF EXTERNALLY PRESTRESSED CONCRETE BEAMS BASED ON COMPOSITE ELEMENTS[J]. Engineering Mechanics, 2009, 26(9): 156-161.

基于组合单元的体外预应力混凝土梁全过程分析

ENTIRE RANGE ANALYSIS OF EXTERNALLY PRESTRESSED CONCRETE BEAMS BASED ON COMPOSITE ELEMENTS

  • 摘要: 对体外预应力混凝土结构的研究现状及数值模拟方法做出评价与分析。采用组合单元模拟钢筋混凝土结构,能全面考虑混凝土的开裂、塑性等问题;并推到一种体外预应力单元:在忽略摩擦的情况下,能够考虑体外筋在转向块处的滑移作用,从而对其变形与受力做出更准确的模拟。用以上两种单元对3片试验梁的三分点加载的全过程做了数值仿真分析,详细分析了荷载Q-挠度f曲线和挠度f-体外预应力增量σ曲线,明确指出加载曲线中各个转折点的物理意义,并对体外筋的极限应力增量取值问题提出了新的建议。通过计算值与试验数据对比分析,说明了采用组合单元和体外预应力单元共同模拟体外预应力混凝土结构的可行性和正确性,也同时为桥梁结构的数值计算模拟及设计提供了支持和经验。

     

    Abstract: Evaluation is made to the research actuality and numerical simulation method of externally prestressed concrete structure. Composite element can comprehensively consider crack and plasticity of concrete. A kind of externally prestressed element is proposed,in which friction and considering slippage of external steel at deviators is ignored, leading to a more accurate simulation of deflection and stress. With those two kinds of elements, entire range of 3 test beams from third-point load to failure are analysized. Load(Q)-deflection(f) curves and deflection(f)-stress increment of externally prestressed steel(σ) curves are discussed, while physical meaning of turning point on the curves is identified, and new suggestion is given to the problem that how to make sure ultimate stress increment of externally prestressed steel. Through contrastive analysis of calculated value and test data, it is proven feasible and correct to use composite element and externally prestressed element together to analyze externally prestressed concrete structure, while providing support and experience to the numerical simulation in bridge structure.

     

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